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it is:

x=v_{x}t_{x}

y=v_{y}t_{y}

z=v_{z}t_{z}

this is in a sense that every position has it's own velocity and time.

if

v_{y}=v_{z}=0 and

x=y=0 and

t_{x}=t_{z}=0 then

x=v_{y}t_{z}-v_{z}t_{y}=0

y=v_{z}t_{x}-v_{x}t_{z}=0

z=v_{x}t_{y}-v_{y}t_{x}=v_{x}t_{y}

so it is:

(x,y,z)=(v_{x},v_{y},v_{z})x(t_{x},t_{y},t_{z})

on the x-axes there are x,v_{z},t_{y}

on the y-axes there are y,t_{z},v_{x}

on the z-axes there are z,v_{y},t_{x}

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# Time is actually a vector

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